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It was suggested that the increase of palmitolinoleic acid in wounded olive mesocarp is a result of enhanced demand for substrates for the synthesis in the chloroplast of hexadecatrienoic acid that could be used as precursors via the lipoxygenase pathway of signal molecules involved in plant defence and wounding [ 63].
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An increased ATP production by the ETS would also lead to an elevated demand for metabolic substrates and turnover of the resulting reduction equivalents (NADH, FADH2).
For requests of Type 2 which involve greater demands than do those of Type 1, while Root algorithm demands are still 6.4 seconds, the Opt demands 725.8 seconds for substrates with 10 nodes.
Lowering the temperature of a euthermic subject to a temperature below that normally maintained by homeostasis reduces the metabolic rate, and hence the demand for oxygen and substrates by the tissues.
As tumours develop, their metabolic demand for oxygen and substrates exceeds the capacity of diffusion mechanisms to deliver these substances.
The increased demand for TCA cycle substrates was also apparent from the decrease in succinate and concomitant increase in fumarate and malate.
Afterwards, keeping a high metabolic demand in FM would compete for substrates in tissues with an emerging demand to support the oogenesis/embryogenesis (ovaries) [44].
Soon after calving in high-yielding dairy cows, nutritional and energetic demands can increase 4-fold within a single day as the animal undergoes a physiological upheaval to meet the demand by the mammary gland for substrates, particularly glucose, for milk production.
With the increasing demand for nano/micropatterns on large substrates, the establishment of large-scale nanofabrication technology has become a priority.
The linearization of Sonnleitner's model allows simple transfer function models to be derived, which describe the relation between the ethanol concentration, the substrate feed and an exponential disturbance – image of the substrate demand for cell growth – in the different operating (respirative and respiro-fermentative) regimes.
The controller is based on the linearization of Sonnleitner's model allowing a simple transfer function model to be derived, which describes the relation between the ethanol concentration, the substrate feed and a measurable disturbance - image of the substrate demand for cell growth.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com